CaH2(s) + 2 H2O(l)--->Ca(OH) 2(s) + 2 H2(g) After the reaction above, 90.0 mL of H2(g) was collected over water at 25 °C and a total pressure of 755.0 mm Hg. How many grams of CaH2 decomposed? The vapor pressure of H2O at 25 °C is 23.8 mm Hg?
@sweetburger
P:.9621atm V:.09L n:m/M R:.0821 L x atm/K x mol T:298.15K ok so I have to find grams of NaH2 so I made n=mass/molar mass m=MPV/RT and got .08847....g NaH2 this feel and looks wrong..
@Photon336
NaH2:25.01g
using what numbers?
RT/PV= how did you get .9934atm and 9x10^-2?
we have 90 ml right?
90.0ml x 1L/1000mL=.09L
yep. and I just wrote that in scientific notation. \[9.0*10^{-2} L \]
but i guess it doesnt matter how you write it
how about .9934?
what about the partial pressure? 755-23.8?
that's interesting. I'm thinking that we would need the total pressure for this
what did you have in mind?
n=PV/RT .9621x.09/298.15x.0821=.003537 mols of H2
right? .003537 H2 x 1molCaH2/2molsH2 x 25.01gCaH2/1molCaH2
I used stoichiometry to find grams of CaH2
I got .044...
I give up >.<
let's start with the formula again PV = nRT \[ \frac{ PV }{ RT } = n \]
\[\frac{ \frac{ 731.2~mmHG }{ 760 } *(\frac{ 90 }{ 1000 }L )}{ 0.08*298K } = moles~H_{2}\]
\[3.63*10^{-3}~mol~H_{2}*(\frac{ CaH_{2} }{ 2H_{2}})*(\frac{ 42.094~Grams }{ Mole~CaH_{2} }) = 7.64*10^{-2}~grams \] 0.076 grams
wait wheres ur R?
you put .08 not .0821
omg I made a mistake
I just rounded it up to 0.08
I put 25.01g rather than 42.1g
yeah your answer is roughly half of mine
so 0.076 is correct?
yeah, this is under the assumption that we subtracted the pressure of water from the total pressure.
ya I kept thinking it was NaH2 but its CaH2 ;P
thanks man your the best
yeah no problem. you knew what you were doing
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